Solve This Math Problem For $1M

Those ain't math problem those are physics problems

Taking chance's
So nomber 1 is b

nah, id solve

I always think that some would be like fuck the rules Ima do my own thing and some how solves it

One word AI

I don’t do algebra

Btw the answer is 21

This song's a banger btw.

If f(x) = 3x+1 if x is odd
And f(x) = x/2 if x is even
For what whole number x
Will f(f(f(f…f(x)))…))) will = 1?

21

That one 5 year old guessing the answer

If you have a complex number \( x - iy \), where \( x \) and \( y \) are real numbers:

The magnitude (or modulus) of this complex number, which measures its distance from the origin in the complex plane, is given by \( |x - iy| = \sqrt{x^2 + y^2} \).

The square of this magnitude, often useful in calculations involving complex numbers, is \( (x - iy)^2 = x^2 + y^2 \).

So, \( x^2 + y^2 \) represents the square of the magnitude (or modulus) of the complex number \( x - iy \).

Bruh i can do 1

21. WHERE IS MY FUCKING MONEY🤬

who came here in 2024 just to see his face

1+1

19 give me my money

Bro is completely different

Face reveal?

Give me 5 minutes and a singular piece of candy

Chatgpt generation a problem:

Just Search it on Google, BOOM 6 Millions of dollars earned.

ChatGPT 🗿

Face reveal??

what happens if you get one of them wrong but no one but you answer

If anybody needs 6 million dollars dm me, solved some math problems this dude on the street gave me with a tuxedo and they put my face on the wall, but I’m giving away money just in case somebody needs it

Ehem... 0/0=0

Gimme my 🦆ing cash

How do they check it

From showing your face to not

But what’s the catch?
Taxes.

Can I use ChatGPT?😅

__

Kirby music goes hard

These are some of the most famous and challenging problems in mathematics and physics. They delve into deep questions about numbers, geometry, physics, and computation. Let’s break them down into simple terms, explain why they matter, and explore what solving them would mean for math, science, and the real world.

1. Riemann Hypothesis

What it is:

• It’s about the mysterious prime numbers and their distribution. It states that all the “non-trivial zeros” of the Riemann zeta function lie on a specific line in the complex plane (called the “critical line”).
• If this is true, it explains a hidden structure behind the randomness of primes.

Why it matters:

• Prime numbers are essential in cryptography, which secures online communications. Solving this would improve encryption and give us new tools for number theory.

Tip to remember:

• Think of the Riemann Hypothesis as a treasure map for primes, showing us their hidden patterns.

2. P vs. NP Problem

What it is:

• It asks if every problem whose solution can be verified quickly (in ) can also be solved quickly (in ). For example, Sudoku puzzles are hard to solve but easy to check—are all problems like that?
• If , then problems like optimizing logistics or cracking encryption would become solvable in no time.

Why it matters:

• Solving this could revolutionize computer science, impacting fields like AI, cryptography, and medicine.

Tip to remember:

• : Problems solvable quickly. : Problems checkable quickly. The big question: Are they the same?

3. Birch and Swinnerton-Dyer Conjecture

What it is:

• It’s about elliptic curves (equations that look like loops or waves) and their solutions. It predicts that the number of solutions (rank) is connected to a special function (L-function).

Why it matters:

• Elliptic curves are crucial in cryptography and number theory. Solving this could lead to breakthroughs in encryption and understanding algebraic structures.

Tip to remember:

• Think of elliptic curves as math roller coasters, and this conjecture tells us how steep or wavy the ride is.

4. Hodge Conjecture

What it is:

• This is about geometry in higher dimensions. It predicts which geometric shapes in higher dimensions can be described using algebra.

Why it matters:

• Solving it would deepen our understanding of space, shapes, and physics, aiding in everything from computer graphics to string theory.

Tip to remember:

• It’s like asking, “Can we describe a 4D object using Lego pieces?”

5. Navier-Stokes Equation

What it is:

• These equations describe how fluids (like water and air) move. The problem is proving whether their solutions always exist and behave smoothly.

Why it matters:

• Solving it would revolutionize weather prediction, aviation, and engineering. For example, we’d better understand turbulence in planes or the flow of blood in veins.

Tip to remember:

• Imagine trying to predict how a splash behaves—this equation helps explain it.

6. Yang-Mills and Mass Gap Theory

What it is:

• It’s about the forces in quantum physics, like the one that keeps protons and neutrons in the nucleus. The “mass gap” means these forces create particles with mass even though the theory suggests they shouldn’t.

Why it matters:

• Solving it would explain how particles and forces work at the quantum level, helping in particle physics and advanced technology.

Tip to remember:

• Think of it as understanding the invisible “glue” that holds the universe together.

7. Poincaré Conjecture

What it is:

• This is about the shape of spaces. It says that any 3D shape without holes (like a balloon) can be stretched into a sphere.
• Solved in 2003 by Grigori Perelman.

Why it matters:

• It helped mathematicians understand the shape of the universe.

Tip to remember:

• Imagine blowing up a balloon. The conjecture says if it has no holes, it always becomes a sphere.

8. Collatz Conjecture

What it is:

• Start with any number. If it’s even, divide it by 2. If it’s odd, multiply it by 3 and add 1. Repeat this process. The conjecture says you’ll always eventually get to 1.

Why it matters:

• It’s simple but hides deep truths about numbers and patterns.

Tip to remember:

• Think of it as the “bouncing ball” of math—it always lands at 1.

9. Miller-Rabin Primality Test

What it is:

• It’s a fast way to test if a number is prime. It’s probabilistic, meaning it’s usually correct but not always.

Why it matters:

• This is essential for cryptography, which relies on large prime numbers.

Tip to remember:

• It’s like a math “lie detector” for primes.

10. Goldbach Conjecture

What it is:

• It says every even number greater than 2 can be written as the sum of two prime numbers. For example, , , .

Why it matters:

• It reveals deep patterns in how numbers behave.

Tip to remember:

• Think of every even number as a “prime sandwich.”

11. Euler’s Conjecture

What it is:

• Euler thought  (with ) would need at least  terms. But it was disproven for .

Why it matters:

• It’s about how numbers interact at higher powers, impacting algebra and number theory.

Tip to remember:

• Euler thought more terms were necessary, but math proved otherwise.

12. Sophie Germain Primes

What they are:

• A prime number  is a Sophie Germain prime if  is also prime. For example, 11 is a Sophie Germain prime because , which is also prime.

Why they matter:

• They’re used in encryption and number theory.

Tip to remember:

• Think of them as “prime buddies” working together.

What Would Solving These Problems Mean?

• Understanding the universe: Problems like the Riemann Hypothesis and Hodge Conjecture help us decode the secrets of numbers and geometry.
• Advancing technology: P vs. NP, Navier-Stokes, and Yang-Mills would push computing, engineering, and physics forward.
• Breaking barriers: Solving these would open new fields of research and application, from AI to space exploration.

Final Analogy:

Imagine these problems as doors to the unknown. Solving them would give us the keys to unlock new levels of understanding and innovation in the world of math, science, and beyond!

YOU'RE a nerd fos you majored on MATH my guy. If i'm being honest I also am a math guy...

Goofy goober

"whats 9+10?"
21 🗣️🗣️🗣️🔥🔥🔥🔥

why is dannyfrog so handsome then

19

bro called us a fuckimgnnerd 😭🙏

Question: 1+1

Me: hmmmmmmm

"Doubt"

ChatGPT...

You will only get half because of annoying taxes

19 it is soooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo easy

9+10=19

19, give the million.

what is 18+789=?
😂😂😂😂😂

how tf we know it the right answer